In this paper, we introduce the quaternionic slice polyanalytic functions and we prove some of their properties. Then, we apply the obtained results to begin the study of the quaternionic Fock and Bergman spaces in this new setting. In particular, we give explicit expressions of their reproducing kernels
In this paper we summarize some known facts on slice topology in the quaternionic case, and we deepe...
We introduce the concepts of complex polyanalytic weighted Bergman spaces and of quaternionic polyan...
This paper deals with some special integral transforms of Bargmann-Fock type in the setting of quate...
In this paper, we introduce the quaternionic slice polyanalytic functions and we prove some of their...
In this paper, we prove that slice polyanalytic functions on quaternions can be considered as soluti...
In this paper we introduce and study some basic properties of the Fock space (also known as Segal-Ba...
In this paper, we prove that slice polyanalytic functions on quaternions can be considered as soluti...
In this note we establish integral formulas for polyanalytic functions in several variables. More pr...
In this paper, we consider a quaternionic short-time Fourier transform (QSTFT) with normalized Hermi...
This paper deals with some special integral transforms in the setting of quaternionic valued slice p...
In this paper, we show that the set of quaternionic polynomials is dense in the Bergman spaces of sl...
The recent definition of slice regular function of several quaternionic variables suggests a new not...
This book presents the extensions to the quaternionic setting of some of the main approximation resu...
In this thesis I've explored the theory of quaternionic slice regular functions. More precisely I've...
In this paper we summarize some known facts on slice topology in the quaternionic case, and we deepe...
We introduce the concepts of complex polyanalytic weighted Bergman spaces and of quaternionic polyan...
This paper deals with some special integral transforms of Bargmann-Fock type in the setting of quate...
In this paper, we introduce the quaternionic slice polyanalytic functions and we prove some of their...
In this paper, we prove that slice polyanalytic functions on quaternions can be considered as soluti...
In this paper we introduce and study some basic properties of the Fock space (also known as Segal-Ba...
In this paper, we prove that slice polyanalytic functions on quaternions can be considered as soluti...
In this note we establish integral formulas for polyanalytic functions in several variables. More pr...
In this paper, we consider a quaternionic short-time Fourier transform (QSTFT) with normalized Hermi...
This paper deals with some special integral transforms in the setting of quaternionic valued slice p...
In this paper, we show that the set of quaternionic polynomials is dense in the Bergman spaces of sl...
The recent definition of slice regular function of several quaternionic variables suggests a new not...
This book presents the extensions to the quaternionic setting of some of the main approximation resu...
In this thesis I've explored the theory of quaternionic slice regular functions. More precisely I've...
In this paper we summarize some known facts on slice topology in the quaternionic case, and we deepe...
We introduce the concepts of complex polyanalytic weighted Bergman spaces and of quaternionic polyan...
This paper deals with some special integral transforms of Bargmann-Fock type in the setting of quate...
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